The factorization result of M & # 178; (A-2) + m (2-A) is,

m²(a-2)+m(2-a)
=m(a-2)(m-1)

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1. Several mathematical problems about factorization in grade two of junior high school 1. If a + B + C = 1, then the result of polynomial a ^ 3 + A ^ 2B + BC ^ 2-abc + C ^ 3 should be 2. Given that X and y are positive integers and XY + 2x + y = 4, then the value of X and Y is? 3. It is known that one factor of the polynomial x ^ 2-4xy + 4Y ^ 2 + 2x-4y-3 is x-2y-1, then the other is x-2y-1 4. Given that X and y are positive integers, and x ^ 2-y ^ 2 = 121, what are the values of X and y? 5. When k=___ The polynomial x ^ 3 + KX ^ 2 + X-1 can be divided into several groups to decompose factors 6. If the polynomial a ^ 2-5A + M can be factorized by the collocation method, how many values of M? (in the range of rational numbers) To process. Everyone help!
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11. One day, Xiao Liang and Xiao Ming were doing a math problem together. Suddenly, Xiao Liang pointed to a problem and said excitedly, "that's interesting! If (x ^ 2) + X + 1 = 0, then (x ^ 2010) + (x ^ 2009) + (x ^ 2008) +..." +The value of (x ^ 3) + (x ^ 2) + X is also equal to zero. "Is Xiao Liang right?
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19. Multiplication and division of integers in grade one 1. It is known that the polynomial 2x ^ 2 + 3xy-2y ^ 2-x + 8y-6 can be decomposed into (x + 2Y + m) (2x-y + n). Find the value of (m ^ 3 + 1) / (n ^ 2-1) 2. It is known that a, B and C satisfy a ^ 2 + B ^ 2 = (2008 / 3) - C ^ 2. Find the maximum value of (a-b) ^ 2 + (B-C) ^ 2 + (C-A) ^ 2 3. If the polynomial 2x ^ 2-kx ^ 2 + 3 is divided by 2x + 1, the remaining 2. Find the value of K Help, answer a few, count a few, help! Will give you more points!
20. The multiplication and division of the first integral of junior high school 4（m+n）^2·（-m-n）^3-（m+n）（-m-n）^4+5（m+n）^5 （-x）^5·（x^5）^1·x-（-x^4）^2·（-x）^2·（-x^6）